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1.
基于线性Coons曲面模型的平面交叉口立面设计方法   总被引:2,自引:0,他引:2  
以线性Coons曲面模型为基础, 研究了平面交叉口立面设计在线性Coons曲面模型上定义的基本运算和Coons曲面片的划分方法。研究发现该模型可比较精确地描述平面交叉口的立面, 且适合计算机处理, 计算速度快, 精度高, 提高了平面交叉口CAD系统的适应性和设计效率。结果表明, 基于线性Coons曲面模型的平面交叉口立面是一种可行和实用的设计方法。  相似文献   

2.
For massive order allocation problem of the third party logistics (TPL) in ecommerce, this paper proposes a general order allocation model based on cloud architecture and hybrid genetic algorithm (GA), implementing cloud deployable MapReduce (MR) code to parallelize allocation process, using heuristic rule to fix illegal chromosome during encoding process and adopting mixed integer programming (MIP) as fitness function to guarantee rationality of chromosome fitness. The simulation experiment shows that in mass processing of orders, the model performance in a multi-server cluster environment is remarkable superior to that in stand-alone environment. This model can be directly applied to cloud based logistics information platform (LIP) in near future, implementing fast auto-allocation for massive concurrent orders, with great application value.  相似文献   

3.
Using Response Surface Methodology (RSM), an optimizing model of concurrent parameter and tolerance design is proposed where response mean equals its target in the target being best. The optimizing function of the model is the sum of quality loss and tolerance cost subjecting to the variance confidence region of which six sigma capability can be assured. An example is illustrated in order to compare the differences between the developed model and the parameter design with minimum variance. The results show that the proposed method not only achieves robustness, but also greatly reduces cast. The objectives of high quality and low cost of product and process can be achieved simultaneously by the application of six sigma concurrent parameter and tolerance design.  相似文献   

4.
针对连续刚构桥结构可靠度分析过程中功能函数不能显示和功能函数拟合时试验样本过多等问题,提出了一种结合支持向量机回归功能与响应面法的可靠度算法。该算法将支持向量机的良好性能(如:处理小样本、高维及非线性)和响应面法的优点(如:直观和高效等)结合在一起。以某连续刚构桥为例,计算了该桥中跨挠度失效模式下的可靠指标。对该失效模式下可靠度参数的敏感性进行了分析,得出了有益的结论。  相似文献   

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